
Literal equations
Quiz by Erika Garmers
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5 questions
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- Q1Solve for x: 2y - 4 = 3x.x = \frac{{2y - 4}}{3}x = 2y - 4x = \frac{{3x + 4}}{2y}x = \frac{{4 - 2y}}{3}x = \frac{{3x - 4}}{2y}30s
- Q2Rearrange the equation to solve for y: 2x + 3y = 9.y = \frac{{9 - 2x}}{3}y = 2x + 3yy = \frac{{9 + 2x}}{3}y = \frac{{2x - 9}}{3}y = \frac{{9 - 3x}}{2}30s
- Q3Rewrite the equation to solve for z: 4x + 2z = 8.z = \frac{{8 - 4x}}{2}z = \frac{{4x - 8}}{2}z = \frac{{8 + 4x}}{2}z = \frac{{8 - 2x}}{4}z = 8 - 4x30s
- Q4Rearrange the equation to solve for h: V = Bh.h = \frac{B}{V}h = \frac{V - B}{B}h = \frac{V}{B}h = V + Bhh = \frac{B}{Vh}30s
- Q5Rearrange the equation to solve for C: F = \frac{9}{5}C + 32.C = \frac{9}{5}F + 32C = \frac{9}{F - 32}C = \frac{F}{9} + 32C = \frac{5}{9}(F + 32)C = \frac{5}{9}(F - 32)30s